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Anton Mosunov is a lecturer in the Department of Mathematics at Cornell University, specializing in the field of number theory. His research focuses on Diophantine approximation and computational number theory, with an emphasis on large-scale calculations that provide evidence to support existing conjectures. He directs his studies toward the applications of these theories in solving equations over integers. Mosunov is active in contributing to the mathematical community through publications in respected journals, where he discusses key findings and advancements in number theory. His notable works include investigations into the generalization of number solutions for Diophantine equations and the study of the area of binary forms associated with algebraic trigonometric quantities. Mosunov's academic contributions extend to teaching as well, where he instructs courses on Linear Algebra and Differential Equations for engineering students. He obtained his Ph.D. in 2019 from the University of Waterloo and continues to engage with the latest developments in mathematics, thereby fostering a deeper understanding of complex mathematical concepts among his students and peers.
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